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Grade 10 - Faith
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Circular Permutation
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is the total number of ways in which n distinct objects can be arranged around a fix circle.
Circular Permutation
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Evaluate the following combination notation: C(9,2)
36
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C(N, 3)=165
11
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Distinguishable Permutation
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is a type of permutation where the arrangement of objects is in a form of a line or in a row.
Linear Permutation
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Evaluate the following permutation combination: P(8,2)
56
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Linear Permutation
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C(9,r)=126
5
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Is C(10,3) equal to C(10, 7)?
YES
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________ is a type of permutation that can be distinguished from one another. Usually words are being used as examples.
Distinguishable Permutation
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C(10,r)=210
4
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is the arrangement of objects considering the order of the objects.
Permutation
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C(n,4)=70
8
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refers to the product of all positive integers less than or equal to a particular positive integer.
Factorial
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